{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# How to copy a QComponent"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Start by importing QisKit Metal:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import qiskit_metal as metal\n",
    "from qiskit_metal import designs, draw\n",
    "from qiskit_metal import MetalGUI, Dict #, open_docs"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then let's fire up the GUI:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "design = designs.DesignPlanar()\n",
    "gui = MetalGUI(design)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we'll put one transmon at the origin:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Let's start by putting a transmon at the origin:\n",
    "from qiskit_metal.qlibrary.qubits.transmon_pocket import TransmonPocket\n",
    "design.overwrite_enabled = True\n",
    "q1 = TransmonPocket(design, 'Q1')\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, we'll copy the component and then manually modify the coordinates to be at (1,0) instead of (0,0):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Now let's copy the transmon at the origin and put it at position (0,1):\n",
    "q1_copy = design.copy_qcomponent(q1, 'Q1_copy')\n",
    "q1_copy.options['pos_x']='1.0mm'\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we'll copy the original component and in the same step we'll move the copy to (-1,0) by passing a dictionary to the \"copy_qcomponent\" command:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Now let's copy the transmon at the origin and put it at position (0,-1):\n",
    "q1_anothercopy = design.copy_qcomponent(q1,'Q1_another_copy', dict(pos_x='-1.0mm'))\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can copy multiple components at once using the \"copy_multiple_qcomponents\" command. Here's an example that copies the three components we've just created (Q1 and the two copies: Q1_copy and Q1_another_copy) and moves them up by 2.0mm each: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Now let's copy all three components at the same time, moving them up by +2mm in the y-direction:\n",
    "newcopies = design.copy_multiple_qcomponents([q1, q1_copy, q1_anothercopy], ['Q3', 'Q4', 'Q5'], [dict(pos_y='1.0mm'), dict(pos_y='2.0mm'), dict(pos_y='3.0mm')])\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that we can also copy multiple qcomponents without passing dictionaries. In this case, the copied qcomponents will sit on top of of the original qcomponents in the layout:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Example of copying without giving any dictionary values; qcomponents will sit on top of the originals!\n",
    "newcopies2 = design.copy_multiple_qcomponents([q1, q1_copy, q1_anothercopy], ['Q6', 'Q7', 'Q8'])\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note also that we can copy multiple qcomponents but only give a dictionary to one of them. The other two dictionaries still need to exist but can be empty: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Copy the three original components but only give a dictionary for the first one; other two dictionaries still need to exist but can be empty:\n",
    "newcopies3 = design.copy_multiple_qcomponents([q1, q1_copy, q1_anothercopy], ['Q9', 'Q10', 'Q11'], [dict(pos_y='-1.0mm'), dict(), dict()])\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 500
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gui.screenshot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
